MathDBThe superrosy NIP field conjecture
The superrosy NIP field conjecture
A field is NIP if its theory has the non-independence property. The superrosy NIP field conjecture. Every infinite superrosy field with NIP is either algebraically closed or real closed. Algebraically closed and real closed fields are known to be superrosy with NIP, but the converse asserted here is not resolved in the supplied text.
Sources & referencesView supporting material
Primary source
Krzysztof Krupinski, “Superrosy fields and valuations”, arXiv:1308.3394 (2013).
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